Evaluation of retention time for temperature-programmed gas chromatography by use of a closed-form integral

Tsuyoshi Kaneko; Iwao Amasaki; Masahiro Nakada; Zhiming Gao

doi:10.2116/analsci.24.419

Evaluation of retention time for temperature-programmed gas chromatography by use of a closed-form integral

Tsuyoshi Kaneko^*
, Iwao Amasaki
, Masahiro Nakada
, Zhiming Gao

^*Corresponding author for this work

School of Chemistry and Chemical Engineering

Research output: Contribution to journal › Article › peer-review

2 Citations (Scopus)

Abstract

A closed-form integral for the Arrhenius exponential was obtained by using an approximate relation instead of the usual one in a linear temperature program. The closed-form integral can be applied to predict the retention time very well both for a packed column and for a capillary column, in constant the velocity mode. 2008

Original language	English
Pages (from-to)	419-421
Number of pages	3
Journal	Analytical Sciences
Volume	24
Issue number	3
DOIs	https://doi.org/10.2116/analsci.24.419
Publication status	Published - Mar 2008

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title = "Evaluation of retention time for temperature-programmed gas chromatography by use of a closed-form integral",

abstract = "A closed-form integral for the Arrhenius exponential was obtained by using an approximate relation instead of the usual one in a linear temperature program. The closed-form integral can be applied to predict the retention time very well both for a packed column and for a capillary column, in constant the velocity mode. 2008",

author = "Tsuyoshi Kaneko and Iwao Amasaki and Masahiro Nakada and Zhiming Gao",

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AU - Kaneko, Tsuyoshi

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AU - Nakada, Masahiro

AU - Gao, Zhiming

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N2 - A closed-form integral for the Arrhenius exponential was obtained by using an approximate relation instead of the usual one in a linear temperature program. The closed-form integral can be applied to predict the retention time very well both for a packed column and for a capillary column, in constant the velocity mode. 2008

AB - A closed-form integral for the Arrhenius exponential was obtained by using an approximate relation instead of the usual one in a linear temperature program. The closed-form integral can be applied to predict the retention time very well both for a packed column and for a capillary column, in constant the velocity mode. 2008

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ER -

Evaluation of retention time for temperature-programmed gas chromatography by use of a closed-form integral

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